IIT JEE 1982 Maths - 'Adapted' - FIB to Single-Digit Integer Q6

Algebra Level 3

If \(2+i\sqrt3\) is root of the equation \(x^2+px+q=0\), where \(p\) and \(q\) are real, then find \(\left \lfloor \dfrac {\lvert p\rvert+\lvert q\rvert}2 \right \rfloor\).

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